论文标题

约翰内斯开普勒的行星机器

The Planetary Machine by Johannes Kepler

论文作者

Marini, Deniele L. R.

论文摘要

1598年,开普勒仍在格拉兹(Graz)工作时,他的导师迈克尔·马斯特林(Michael Maestlin)的一些信表明了他对天文钟表和机器的兴趣。 1598年1月6日的第一个字母包含机器的详细说明。在1598年6月1日至11日之间写的第二封信中,开普勒从对他时间的时钟和机器的简要审查开始,然后继续根据当天的最新信息来描述有用的机械仪器所需的要求。他在哥白尼的缩影(1618年)中重申了天文学和钟表机对Cosmo的哥白尼模型的重要性和实用性,以告知和协助科学家进行天体计算和假设,即使在夜空较差的时期。我将介绍开普勒对设计的翻译,并对他的机器进行了假设的三维虚拟重建。该项目揭示了开普勒正在进行的研究以及他对行星电影的理解,在Orbita成熟的想法时,仍然与同义中心的球体概念绑定。同时,开普勒项目揭示了对行星逆行运动的明确描述的推理,该运动在他的《天文学》杂志后面完全发展。他的机器将哥白尼的太阳及其行星作为独特的系统展示。他还想展示地球是如何从基于地球的观察者的角度移动的。他展示了如何仅使用一种驾驶机制同时移动所有行星的基本机械问题,这是亚里士多德同性恋球体理论无法实现的。

While Kepler was still working in Graz during 1598, some letters to his mentor Michael Maestlin demonstrate his interest in astronomical clocks and machines. The first letter, dated January 6, 1598 contains a detailed description of a machine. In the second letter, written between June 1 and 11, 1598, Kepler starts with a brief review of clocks and machines of his time, then goes on to describe the requirements necessary for a useful mechanical instrument, based on the latest information of the day. In the Epitome Astronomiae Copernicanae (1618) he reiterates the importance and utility of astronomical and horological machines to divulgate the Copernican model of the Cosmo, to inform and assist scientists in their celestial calculations and hypotheses, even during periods of poor visibility in the night sky. I will present a translation of the design by Kepler and a hypothetical three-dimensional virtual reconstruction of his machine. This project reveals the ongoing research by Kepler and his understanding of the cinematic of planets, still bound to the homocentric spheres concept while the idea of orbita was maturing. At the same time the project of Kepler reveals a reasoning on a clear description of retrograde motion of planets, fully developed later in his Astronomia Nova. His machine demonstrates the Copernican concept of the Sun and its planets as a unique system. He also wants to show how the planet moves from the viewpoint of an Earth based observer. He shows how to solve the basic mechanical problem of moving all the planets simultaneously with just one driving mechanism, which was impossible to accomplish with the Aristotelian theory of homocentric spheres.

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